Proving Darwin

Making Biology Mathematical

Nonfiction, Science & Nature, Mathematics, Discrete Mathematics, Science, Biological Sciences, Biology, Evolution
Cover of the book Proving Darwin by Gregory Chaitin, Knopf Doubleday Publishing Group
View on Amazon View on AbeBooks View on Kobo View on B.Depository View on eBay View on Walmart
Author: Gregory Chaitin ISBN: 9780307907462
Publisher: Knopf Doubleday Publishing Group Publication: May 8, 2012
Imprint: Vintage Language: English
Author: Gregory Chaitin
ISBN: 9780307907462
Publisher: Knopf Doubleday Publishing Group
Publication: May 8, 2012
Imprint: Vintage
Language: English

Groundbreaking mathematician Gregory Chaitin gives us the first book to posit that we can prove how Darwin’s theory of evolution works on a mathematical level.

For years it has been received wisdom among most scientists that, just as Darwin claimed, all of the Earth’s life-forms evolved by blind chance. But does Darwin’s theory function on a purely mathematical level? Has there been enough time for evolution to produce the remarkable biological diversity we see around us? It’s a question no one has yet answered—in fact, no one has even attempted to answer it until now.

In this illuminating and provocative book, Gregory Chaitin argues that we can’t be sure evolution makes sense without a mathematical theory. He elucidates the mathematical scheme he’s developed that can explain life itself, and examines the works of mathematical pioneers John von Neumann and Alan Turing through the lens of biology. Chaitin presents an accessible introduction to metabiology, a new way of thinking about biological science that highlights the mathematical structures underpinning the biological world. Fascinating and thought-provoking, Proving Darwin makes clear how biology may have found its greatest ally in mathematics.

View on Amazon View on AbeBooks View on Kobo View on B.Depository View on eBay View on Walmart

Groundbreaking mathematician Gregory Chaitin gives us the first book to posit that we can prove how Darwin’s theory of evolution works on a mathematical level.

For years it has been received wisdom among most scientists that, just as Darwin claimed, all of the Earth’s life-forms evolved by blind chance. But does Darwin’s theory function on a purely mathematical level? Has there been enough time for evolution to produce the remarkable biological diversity we see around us? It’s a question no one has yet answered—in fact, no one has even attempted to answer it until now.

In this illuminating and provocative book, Gregory Chaitin argues that we can’t be sure evolution makes sense without a mathematical theory. He elucidates the mathematical scheme he’s developed that can explain life itself, and examines the works of mathematical pioneers John von Neumann and Alan Turing through the lens of biology. Chaitin presents an accessible introduction to metabiology, a new way of thinking about biological science that highlights the mathematical structures underpinning the biological world. Fascinating and thought-provoking, Proving Darwin makes clear how biology may have found its greatest ally in mathematics.

More books from Knopf Doubleday Publishing Group

Cover of the book A Sunday at the Pool in Kigali by Gregory Chaitin
Cover of the book Poems by Gregory Chaitin
Cover of the book Winter Dreams by Gregory Chaitin
Cover of the book Quiches, Kugels, and Couscous by Gregory Chaitin
Cover of the book Open Heart by Gregory Chaitin
Cover of the book Policing the Black Man by Gregory Chaitin
Cover of the book The Fall of Troy by Gregory Chaitin
Cover of the book Most Secret by Gregory Chaitin
Cover of the book Marc Chagall by Gregory Chaitin
Cover of the book Digging to America by Gregory Chaitin
Cover of the book Karma Cola by Gregory Chaitin
Cover of the book Countrymen by Gregory Chaitin
Cover of the book Distant Neighbors by Gregory Chaitin
Cover of the book Did Lincoln Own Slaves? by Gregory Chaitin
Cover of the book Mystic Chords of Memory by Gregory Chaitin
We use our own "cookies" and third party cookies to improve services and to see statistical information. By using this website, you agree to our Privacy Policy